PrepTest 33, Section 1, Question 16
From among ten stones, a jeweler will select six, one for each of six rings. Of the stones, three�F, G, and H�are rubies; three�J, K, and M�are sapphires; and four�W, X, Y, and Z�are topazes. The selection of stones must meet the following restrictions:
From among ten stones, a jeweler will select six, one for each of six rings. Of the stones, three�F, G, and H�are rubies; three�J, K, and M�are sapphires; and four�W, X, Y, and Z�are topazes. The selection of stones must meet the following restrictions:
From among ten stones, a jeweler will select six, one for each of six rings. Of the stones, three�F, G, and H�are rubies; three�J, K, and M�are sapphires; and four�W, X, Y, and Z�are topazes. The selection of stones must meet the following restrictions:
From among ten stones, a jeweler will select six, one for each of six rings. Of the stones, three�F, G, and H�are rubies; three�J, K, and M�are sapphires; and four�W, X, Y, and Z�are topazes. The selection of stones must meet the following restrictions:
At least two of the topazes are selected.
If exactly two of the sapphires are selected, exactly one of the rubies is selected.
If W is selected, neither H nor Z is selected.
If M is selected, W is also selected.
If exactly two rubies are selected, which one of the following must be true?
H is selected.
J is selected.
Z is selected.
Exactly one sapphire is selected.
Exactly two topazes are selected.
Explanations
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